Chapter 1: Introduction to Financial Management
Financial management is the planning, organizing, directing, and controlling of financial activities within an organization. It involves the application of management principles to financial resources. This chapter introduces financial management concepts, objectives, functions, and the financial environment in Nepal.
1.1 Definition and Scope
Definition: Financial management is concerned with the efficient acquisition and allocation of funds to maximize shareholder wealth while maintaining adequate liquidity and controlling risk. It answers three fundamental questions: What long-term investments to make? How to raise funds? How to manage day-to-day finances?
Key Financial Decisions
| Decision | Question | Scope | Nepal Example |
|---|---|---|---|
| Investment (Capital Budgeting) | Where to invest? | Fixed assets, projects, expansion | Should a bank open new branch in Pokhara? |
| Financing (Capital Structure) | How to fund investments? | Debt vs equity mix, sources of funds | Issue shares vs take bank loan for expansion? |
| Dividend | How much profit to distribute? | Dividend payout vs retention for growth | How much dividend should Nabil Bank declare? |
| Working Capital | How to manage daily operations? | Cash, inventory, receivables, payables | How much cash should a trading firm hold? |
1.2 Goals of Financial Management
| Goal | Description | Limitation |
|---|---|---|
| Profit Maximization | Maximize total profits of the firm | Ignores timing, risk, and quality of earnings; short-term focus |
| Wealth Maximization | Maximize market value of shares (shareholder wealth) | Preferred goal — considers timing, risk, and long-term value |
Profit vs Wealth Maximization
| Basis | Profit Maximization | Wealth Maximization |
|---|---|---|
| Meaning | Maximize total profit/EPS | Maximize market value of equity shares |
| Time Value | Ignores | Considers (NPV approach) |
| Risk | Ignores | Adjusts for risk |
| Cash Flow | Focuses on accounting profit | Focuses on cash flows |
| Time Horizon | Short-term | Long-term |
1.3 Time Value of Money (TVM)
The foundation of financial management. A rupee today is worth more than a rupee tomorrow because of earning potential. TVM is used in all financial decisions — investment appraisal, loan calculations, lease analysis, bond valuation.
Key TVM Formulas
| Concept | Formula | Use |
|---|---|---|
| Future Value (Single) | FV = PV × (1+r)^n | How much will NPR 1,00,000 be worth in 5 years at 10%? |
| Present Value (Single) | PV = FV / (1+r)^n | What is NPR 1,50,000 received in 3 years worth today at 8%? |
| FV of Annuity | FVA = PMT × [(1+r)^n - 1] / r | Saving NPR 10,000/month for 10 years at 8% — final amount? |
| PV of Annuity | PVA = PMT × [1 - (1+r)^-n] / r | What is the value today of receiving NPR 50,000/year for 5 years? |
Worked Examples
FV: NPR 2,00,000 invested at 12% for 5 years = 2,00,000 × (1.12)^5 = 2,00,000 × 1.7623 = NPR 3,52,464
PV: NPR 5,00,000 to be received in 4 years, discount rate 10% = 5,00,000 / (1.10)^4 = 5,00,000 / 1.4641 = NPR 3,41,507
PV of Annuity: NPR 1,00,000/year for 5 years at 10% = 1,00,000 × [1-(1.10)^-5]/0.10 = 1,00,000 × 3.7908 = NPR 3,79,079
1.4 Financial Environment in Nepal
| Component | Description | Nepal Context |
|---|---|---|
| Financial Markets | Platforms for buying/selling financial instruments | NEPSE (Nepal Stock Exchange), money market |
| Financial Institutions | Banks, insurance, mutual funds | 27 commercial banks, insurance companies, merchant bankers |
| Regulatory Bodies | Bodies overseeing financial system | NRB (banks), SEBON (securities), Insurance Board |
| Financial Instruments | Securities and contracts traded | Shares, debentures, govt bonds, treasury bills |
1.5 Financial Statements — Quick Review for FM
Financial management uses three key statements:
Income Statement (Profit & Loss) — Nepal Format
| Item | NPR |
|---|---|
| Sales Revenue | 50,00,000 |
| Less: Cost of Goods Sold | (32,00,000) |
| Gross Profit | 18,00,000 |
| Less: Operating Expenses | (8,00,000) |
| EBIT (Operating Profit) | 10,00,000 |
| Less: Interest Expense | (2,00,000) |
| EBT (Profit Before Tax) | 8,00,000 |
| Less: Tax (25%) | (2,00,000) |
| Net Profit (EAT) | 6,00,000 |
| Less: Preference Dividend | (50,000) |
| Earnings Available for Equity | 5,50,000 |
| EPS (if 10,000 shares) | NPR 55 |
1.6 Time Value of Money — Advanced Applications
Perpetuity
PV of Perpetuity = PMT / r (cash flow received forever)
Example: Endowment fund providing NPR 1,00,000/year forever at 8% requires: 1,00,000/0.08 = NPR 12,50,000
Growing Perpetuity
PV = PMT / (r - g) (cash flow growing at rate g forever)
Example: Share paying NPR 20 dividend growing at 5%, Ke=12%: PV = 20/(0.12-0.05) = NPR 285.71
Growing Annuity
PV = PMT × [1 - ((1+g)/(1+r))^n] / (r-g)
Comprehensive TVM Problem
Ram, a BBS graduate (age 25), wants to retire at age 60 with a retirement corpus that provides NPR 50,000/month for 20 years after retirement. Interest rate = 10%.
Step 1: How much corpus needed at retirement (age 60)?
Monthly rate = 10%/12 = 0.833%. Months = 20×12 = 240.
PV of annuity = 50,000 × [1-(1.00833)^-240]/0.00833 = 50,000 × 103.62 = NPR 51,81,226
Step 2: How much to save monthly for 35 years (age 25-60)?
FV of annuity = PMT × [(1.00833)^420 - 1]/0.00833 = 51,81,226
PMT × 3,450.61 = 51,81,226
PMT = NPR 1,501/month
Conclusion: Saving just NPR 1,501/month from age 25 creates a retirement fund of over NPR 51 lakhs! This demonstrates the extraordinary power of compound interest over long periods — a fundamental lesson of financial management.
1.7 Role of Finance Manager
| Role | Traditional View | Modern View |
|---|---|---|
| Primary Function | Raising funds when needed | Strategic allocation of resources to maximize value |
| Scope | Narrow — treasury, bookkeeping | Broad — investment, financing, dividend, risk management |
| Decision Making | Routine, procedural | Strategic, analytical, forward-looking |
| Position | Middle management | CFO at C-suite level |
| Nepal Evolution | Most SMEs still traditional | Banks, MNCs adopting modern approach |
1.8 Agency Problem in Financial Management
The agency problem arises when managers (agents) may act in their own interest rather than shareholders' (principals') interest.
| Agency Conflict | Example | Solution |
|---|---|---|
| Managers vs Shareholders | CEO spends on luxury office instead of profitable investment | Performance-based compensation, stock options, board oversight |
| Shareholders vs Debtholders | Shareholders take excessive risk knowing debt holders bear losses | Debt covenants, collateral requirements, NRB regulation |
| Majority vs Minority | Promoters extract benefits at expense of small shareholders | Corporate governance codes, SEBON regulations, independent directors |
Nepal Context: Agency problems are significant in Nepal due to concentrated ownership (promoters often hold 51%+), weak corporate governance enforcement, and limited shareholder activism. SEBON has been strengthening regulations to protect minority shareholders.
Practice Questions
Short Answer:
1. Define financial management. What are its key decisions?
2. Compare profit maximization with wealth maximization goals.
3. What is time value of money? Why is it important?
4. Calculate FV of NPR 50,000 at 8% for 6 years.
5. Describe Nepal's financial environment.
Long Answer:
6. Explain the four key financial decisions with examples from NEPSE-listed companies. (15 marks)
7. "Wealth maximization is a superior goal to profit maximization." Discuss with examples. (15 marks)
8. Calculate: (a) FV of NPR 3,00,000 at 10% for 5 years, (b) PV of NPR 5,00,000 due in 4 years at 12%, (c) PV of annuity of NPR 80,000/year for 6 years at 9%. (15 marks)
9. Discuss the role of NRB, SEBON, and NEPSE in Nepal's financial system. (15 marks)
10. Explain the concept of time value of money. How is it used in investment decision-making? Illustrate with Nepal examples. (15 marks)
Exam Tips: ✓ TVM calculations are ALWAYS asked ✓ Know all four TVM formulas ✓ Wealth vs Profit maximization comparison common ✓ Four financial decisions framework important ✓ Show complete calculations with intermediate steps